Answer:
Reagan's total income allocation would be:
($18,025) + $49,295 = $31,270
Step-by-step explanation:
The first step is to calculate the total profit to be allocated among the owners, which is the sum of the profits from all the stores:
$75,300 + ($25,750) + $76,500 = $126,050
Next, we need to determine the amount of profit allocated to Roberto and Reagan's stores. Roberto is allocated 70% of $75,300, which is:
0.70 x $75,300 = $52,710
Reagan is allocated 70% of ($25,750), which is:
0.70 x ($25,750) = ($18,025)
The remaining profit to be allocated pro rata among all the owners is:
$126,050 - $52,710 - ($25,750) = $98,590
Now, we need to determine the total ownership percentage of all the owners. Since Roberto and Reagan each own 25%, the remaining owners must own:
100% - 25% - 25% = 50%
Finally, we can calculate Reagan's allocation of the remaining profit:
0.50 x $98,590 = $49,295
Therefore, Reagan's total income allocation would be:
($18,025) + $49,295 = $31,270